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How can you determine the shortest subarray that meets or exceeds a target sum from a given integer array, using a greedy algorithm?

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How can you determine the shortest subarray that meets or exceeds a target sum from a given integer array, using a greedy algorithm?
What greedy strategy would you use to find the smallest subarray with a sum at least equal to a given target?
How would you apply the greedy method to locate the smallest subarray exceeding a target sum in an integer array?
Can you find the least length subarray that sums to a target value or more, utilizing a greedy tactic?
How do you go about using a greedy algorithm to find the minimal subarray with a sum no less than a target?
What is your approach to identifying the shortest subarray with a sum greater than or equal to a target, using greediness?
How would you use a greedy approach to search for the smallest subarray with a sum surpassing a target sum?
In a set of integers, how would you employ a greedy technique to find the smallest sequence summing to at least a target amount?
Can you demonstrate a greedy algorithm to find the most concise subarray that meets a specific target sum?
Given an array of integers and a target sum, find the smallest subarray with a sum greater than or equal to the target sum using the greedy approach.

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How can you determine the shortest subarray that meets or exceeds a target sum from a given integer array, using a greedy algorithm?

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